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Memoirs of the Faculty of Science, Shimane University
Faculty of Science, Shimane University
ISSN:0387-9925
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26
Memoirs of the Faculty of Science, Shimane University 26
1992-12-25 発行
劣微分作用素をもつ非線形発展方程式に対する線形安定性
Linearized Stability for Nonlinear Evolution Equations with Subdifferential Operators
Kato, Nobuyuki
File
c0010026r001.pdf
1.02 MB
Description
We will present a principle of linearized stability of stationary solutions to nonlinear evolution eqautions having possibly multi-valued subdifferential operators in Hilbert spaces, with the help of 'nonsmooth analysis.'
About This Article
NCID
AN00108106
c0010026r001.pdf
1.02 MB
Other Article
Linearized Stability for Nonlinear Evolution Equations with Subdifferential Operators
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External Commutativity and Commutativity in Semigroups
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On Right Self-injective, Right Non-singular Semigroups
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On Tangent Algebras of Symmetrizable Homogeneous Left Lie Loops
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Adrenergic Mechanisms Controlling Pigment Movements in Erythrophores of Halichoeres tenuispinnis
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A Role of Na^+/H^+ Antiporter on Growth of Esherichia coli : L-form RK4
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Vegetative Propagation in Dilophus okamurae and Zonaria flabellata (Dictyotaceae, Phaeophyta)
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Isoprenoid Thiophenes in Miocene Onnagawa Siliceous Sediments, Japan
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Late Permian Anoxic Event and P/T Boundary in Pelagic Sediments of Southwest Japan
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Middle Ordovician Radiolarians from the Lachlan Fold Belt, Southeastern Australia
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Late Ordovician Radiolarians from the Lachlan Fold Belt, Southeastern Australia
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On the Goodness of a Criterion for the Existence of an MLE's Based on Interval-censored Data from Some Three-parameter Distribution with a Shifted Origin
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